Texas Hold'em Poker Starting Hands Ranking

  1. The strongest starting hand in poker, pocket aces are a strong pre-flop favourite over any other two cards and a 4:1 favourite over almost any hand. You will be dealt 'pocket rockets', as they are.
  2. Poker Hand Rankings Quiz. Put your knowledge of poker hands to the test with the quiz below.

Poker hands consist of the best five-card hand made up from any combination of the cards you are dealt and the community cards. Every beginning player, therefore, needs to understand the poker hand rankings to determine the strength of each player’s hand and, subsequently, the winner. In this guide, we present the Texas Hold’em hands order.


In the first part of the article we looked at Six plus Hand Rankings, where it became clear that the 16 cards missing from the deck in this variant leads to a slight, but important, changes in how strong the starting hands are which we will receive.

Let’s take a look at this in some more details, and work out how this affects the strategy of our game.
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Pocket Aces

If we look at traditional Texas Hold’em starting hands, we would expect to get our beloved AA about once every 221 hands, so what about in our new version of the game?

Well, without troubling you with the maths (I CAN do it, honestly!) the answer is you’ll get your pocket rockets once every 105 hands, which is more than twice as often as in Texas Hold’em!

Naturally, what goes for aces also goes for the other pairs – you’ll have a pocket pair more than twice as regularly in Six plus Hold’em (as will your opponent! Don’t forget this important consideration).

Are there any other changes we need to know about regarding starting hands?

Well, let’s take a look at a few examples and see how they compare to normal Texas Hold’em…


Let's Say We have JJ

A naturally tricky starting hand in Texas Hold’em, but one we would probably open-raise with pre-flop. How does it fare in Six Plus?

We need to realize that instead of beating nine other pairs pre-flop, now it is only a favorite against 5, and still a dog to QQ, KK and AA. So it is not as strong in this respect.

However, because 3 of a kind now beats a straight in Six Plus, flopping a set becomes very strong against many hands – flushesare harder to come by, as we saw previously, because there are only nine cards of any single suit available in the deck.

So, how often will our smaller pairs flop a set? In Texas Hold’em it’s about 11.8% or roughly one time in eight. In Six Plus, we will do the maths quickly (just to prove I can!)

Best Texas Holdem Starting Hands

There are 36 cards in the pack, we have – let’s say again – JJ in our hand. So there are two jacks left in the 34 remaining cards.

The flop probabilities work out at 2/34 + 2/33 + 2/32 = 0.18, so basically one time in five when we have a pocket pair we will improve to a set on the flop. Not too shabby!


What About the Hated 72 Offsuit?

In traditional Texas Hold’em this is the worst starting hand, and almost completely unplayable. Well, as you can probably work out yourself quite easily, in Six Plus the equivalent hand is J 6 offsuit, which, let’s be honest, would rarely be played even in our normal game!

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Playing AK Becomes an 'Interesting' Problem

We know how difficult it can be to play this hand in Texas Hold’em, both pre-flop and post-flop, so how about in Six Plus?

Well, first off, we will be dealt AK about 2.5% of our hands – which is quite a lot of the time, maybe once every five or six rounds at a full ring table, so it’s important enough to learn its worth in Six Plus Hold’em.

Texas

If we accept that suited versions become a lot more valuable - flushes beat full houses in our new version - then it can also make sense to play AKs slower than usual. Mixing our game up with AKs hides our play better, while AKo is still a very strong hand which we can 3-bet and even consider stacking off with.


Small Pairs

Of course 66 now becomes the smallest pocket pair. In Texas Hold’em we could consider calling pre-flop raises with this hand if the price was right – flopping a set and cracking a higher pair is our main goal – but now we have to consider that we are essentially playing 22 in a game where set-over-set sees our 6’s screwed, although on the plus side they do now beat straights!

Relative Hand Values

We need to be aware that these change a fair bit from Texas Hold’em, since stronger hands in general are being played across the board. Top pair, top kicker is nowhere near as strong – in fact it is very unlikely to win on its own as a best hand at showdown in 6-max or full-ring when we play Six Plus Hold’em.

There is also the ‘alternative river version’ of the game to consider, when receiving an extra hole card means that hand strengths can become stronger still.

So, in general two pair would be a median winning hand at full-ring – a useful thing to know when planning your hand strategy!


We will look at the change in Pot Odds in part 3, but a casual glance at things like ‘drawing hands’ shows that we are more likely to his many of them, as we have fewer cards left containing the same number of outs. For example, a gutshot – where any of four cards hits for us – now gives us 4/31 chances to hit after the flop, as opposed to 4/47 in Texas Hold’em – a significant difference indeed!

Texas Hold'em Poker Starting Hands Rankings

So, we’ve now seen the basics of the game – Hand Rankings, how starting hands differ – and next up are the ‘Pot Odds’ calculations, which will affect our strategy considerably…

Texas Hold Em Hand Rankings

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Best texas holdem starting hands
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Introduction

Ranking

The following table ranks the top hands in a 3-player game. This table assumes that all players stay in until the end.

Explanation of column headings:Texas hold em ranking sheet
  • Cards: Initial two-card hand.
  • Probability of win: Probability that this hand will win, or tie for the win.
  • Average win: This is how much the player will win on average, including his own bets, if the player does win. This is less than 3 because sometimes the player will have to split the pot.
  • Expected value: This is how many units the player can expected to win (positive) or lose (negative) with this hand. For example if the player had a pair of aces and contibuted $1 to the pot then the player could expect to have a net win of $1.20.
  • Probability: Probability of getting this hand to begin with.
  • Additive probability: Probability of getting this hand or any stronger hand to begin with.

Initial Hold'em Hands in Rank Order for 3-Player Game

CardsProbability of WinAverage WinExpected ValueProbabilityAdditive Probability
Pair of A's73.78%2.991.20340.45%0.45%
Pair of K's69.21%2.991.0660.45%0.9%
Pair of Q's65.29%2.980.94750.45%1.36%
Pair of J's61.57%2.980.8350.45%1.81%
Pair of T's58.02%2.980.72720.45%2.26%
Pair of 9's54.08%2.970.60840.45%2.71%
A/K suited51.77%2.940.52210.3%3.02%
Pair of 8's50.46%2.970.49860.45%3.47%
A/Q suited50.56%2.930.48240.3%3.77%
A/K unsuited49.28%2.930.44620.9%4.68%
A/J suited49.49%2.920.44610.3%4.98%
K/Q suited48.28%2.930.41280.3%5.28%
A/T suited48.5%2.910.41210.3%5.58%
A/Q unsuited48.01%2.930.40450.9%6.49%
Pair of 7's47.02%2.970.39450.45%6.94%
K/J suited47.22%2.920.37720.3%7.24%
A/J unsuited46.84%2.910.36520.9%8.14%
K/T suited46.24%2.910.34360.3%8.45%
A/9 suited46.16%2.90.33660.3%8.75%
K/Q unsuited45.61%2.920.33180.9%9.65%
A/T unsuited45.79%2.90.32890.9%10.56%
Q/J suited45.55%2.910.32560.3%10.86%
A/8 suited45.31%2.880.30580.3%11.16%
Pair of 6's43.77%2.960.29580.45%11.61%
Q/T suited44.59%2.90.29320.3%11.92%
K/J unsuited44.46%2.910.2930.9%12.82%
A/7 suited44.32%2.870.27190.3%13.12%
K/9 suited43.88%2.890.26890.3%13.42%
J/T suited43.44%2.90.25820.3%13.73%
K/T unsuited43.42%2.90.25760.9%14.63%
A/9 unsuited43.25%2.880.24730.9%15.54%
A/5 suited43.59%2.850.24310.3%15.84%
Q/J unsuited42.76%2.90.24060.9%16.74%
A/6 suited43.19%2.860.23480.3%17.04%
Q/9 suited42.25%2.890.21930.3%17.35%
A/4 suited42.7%2.850.21610.3%17.65%
A/8 unsuited42.31%2.870.21360.9%18.55%
Q/T unsuited41.73%2.890.2060.9%19.46%
K/8 suited41.91%2.880.20480.3%19.76%
Pair of 5's40.7%2.950.20170.45%20.21%
A/3 suited41.8%2.850.19010.3%20.51%
J/9 suited41.11%2.880.18440.3%20.81%
K/7 suited41.19%2.860.17860.3%21.12%
A/7 unsuited41.25%2.850.1770.9%22.02%
K/9 unsuited40.88%2.880.17690.9%22.93%
J/T unsuited40.58%2.890.1710.9%23.83%
A/2 suited40.86%2.850.1630.3%24.13%
T/9 suited40.38%2.880.16170.3%24.43%
Q/8 suited40.28%2.870.15640.3%24.74%
K/6 suited40.29%2.850.14830.3%25.04%
A/5 unsuited40.46%2.830.14580.9%25.94%
A/6 unsuited40.04%2.840.13740.9%26.85%
Q/9 unsuited39.2%2.870.12620.9%27.75%
K/5 suited39.51%2.840.1220.3%28.05%
J/8 suited39.14%2.870.12190.3%28.36%
A/4 unsuited39.45%2.830.11550.9%29.26%
K/8 unsuited38.75%2.860.10790.9%30.17%
Pair of 4's37.42%2.950.10260.45%30.62%
T/8 suited38.46%2.860.10040.3%30.92%
K/4 suited38.63%2.840.09560.3%31.22%
Q/7 suited38.33%2.850.09370.3%31.52%
J/9 unsuited38.05%2.870.09080.9%32.43%
A/3 unsuited38.5%2.830.08790.9%33.33%
K/7 unsuited37.96%2.840.07920.9%34.24%
9/8 suited37.74%2.860.0790.3%34.54%
Q/6 suited37.7%2.840.07120.3%34.84%
K/3 suited37.78%2.840.07120.3%35.14%
T/9 unsuited37.36%2.860.06920.9%36.05%
J/7 suited37.21%2.850.06050.3%36.35%
Q/8 unsuited37.09%2.850.05850.9%37.25%
A/2 unsuited37.47%2.820.05790.9%38.16%
K/6 unsuited37%2.830.04690.9%39.06%
K/2 suited36.91%2.830.04640.3%39.37%
Q/5 suited36.93%2.830.04550.3%39.67%
T/7 suited36.51%2.850.03940.3%39.97%
J/8 unsuited35.94%2.850.02370.9%40.87%
9/7 suited35.95%2.840.02230.3%41.18%
Q/4 suited36.08%2.830.02030.3%41.48%
K/5 unsuited36.15%2.820.01830.9%42.38%
8/7 suited35.65%2.840.01340.3%42.68%
Pair of 3's34.33%2.940.00870.45%43.14%
T/8 unsuited35.26%2.840.00260.9%44.04%
J/6 suited35.33%2.830.00090.3%44.34%
Q/3 suited35.22%2.83-0.00420.3%44.65%
Q/7 unsuited35.01%2.83-0.00820.9%45.55%
K/4 unsuited35.19%2.81-0.01040.9%46.46%
J/5 suited34.79%2.82-0.01820.3%46.76%
9/8 unsuited34.55%2.84-0.01850.9%47.66%
T/6 suited34.64%2.83-0.01940.3%47.96%
Q/2 suited34.4%2.83-0.02790.3%48.27%
Q/6 unsuited34.33%2.82-0.03260.9%49.17%
9/6 suited34.08%2.83-0.03570.3%49.47%
K/3 unsuited34.26%2.81-0.03740.9%50.38%
8/6 suited33.88%2.83-0.04160.3%50.68%
J/7 unsuited33.86%2.83-0.04220.9%51.58%
7/6 suited33.85%2.83-0.04240.3%51.89%
J/4 suited33.95%2.82-0.0430.3%52.19%
Q/5 unsuited33.48%2.81-0.06070.9%53.09%
T/7 unsuited33.19%2.82-0.06260.9%54%
K/2 unsuited33.34%2.81-0.06420.9%54.9%
J/3 suited33.14%2.82-0.06590.3%55.2%
T/5 suited32.81%2.81-0.07680.3%55.51%
9/7 unsuited32.6%2.82-0.07990.9%56.41%
Pair of 2's31.4%2.93-0.08040.45%56.86%
8/7 unsuited32.33%2.82-0.08810.9%57.77%
Q/4 unsuited32.55%2.8-0.08860.9%58.67%
J/2 suited32.33%2.82-0.08910.3%58.97%
6/5 suited32.21%2.82-0.09230.3%59.28%
9/5 suited32.24%2.81-0.09270.3%59.58%
T/4 suited32.22%2.81-0.09450.3%59.88%
7/5 suited32.1%2.82-0.09620.3%60.18%
8/5 suited32.06%2.81-0.09790.3%60.48%
J/6 unsuited31.85%2.81-0.1060.9%61.39%
Q/3 unsuited31.63%2.8-0.1150.9%62.29%
T/3 suited31.42%2.81-0.11720.3%62.59%
T/6 unsuited31.16%2.8-0.12620.9%63.5%
J/5 unsuited31.26%2.79-0.12680.9%64.4%
5/4 suited30.98%2.81-0.12950.3%64.71%
T/2 suited30.6%2.81-0.14050.3%65.01%
Q/2 unsuited30.72%2.8-0.14130.9%65.91%
9/6 unsuited30.61%2.8-0.14210.9%66.82%
6/4 suited30.42%2.81-0.14530.3%67.12%
8/6 unsuited30.43%2.8-0.14730.9%68.02%
7/6 unsuited30.41%2.8-0.14770.9%68.93%
9/4 suited30.35%2.8-0.14920.3%69.23%
7/4 suited30.21%2.81-0.15220.3%69.53%
J/4 unsuited30.35%2.79-0.15380.9%70.44%
8/4 suited30.16%2.8-0.15420.3%70.74%
9/3 suited29.78%2.8-0.16540.3%71.04%
J/3 unsuited29.44%2.79-0.17980.9%71.95%
5/3 suited29.18%2.8-0.18210.3%72.25%
T/5 unsuited29.21%2.78-0.18720.9%73.15%
9/2 suited28.98%2.8-0.18830.3%73.45%
6/5 unsuited28.7%2.79-0.19980.9%74.36%
6/3 suited28.55%2.8-0.20020.3%74.66%
9/5 unsuited28.63%2.78-0.20350.9%75.57%
J/2 unsuited28.56%2.78-0.20520.9%76.47%
7/5 unsuited28.54%2.78-0.20530.9%77.38%
T/4 unsuited28.55%2.78-0.20720.9%78.28%
4/3 suited28.28%2.8-0.20740.3%78.58%
8/5 unsuited28.47%2.78-0.20780.9%79.49%
7/3 suited28.3%2.8-0.20820.3%79.79%
8/3 suited28.28%2.8-0.20930.3%80.09%
8/2 suited27.73%2.79-0.22530.3%80.39%
T/3 unsuited27.68%2.77-0.23240.9%81.3%
5/2 suited27.3%2.79-0.23710.3%81.6%
5/4 unsuited27.37%2.78-0.24010.9%82.5%
6/2 suited26.65%2.79-0.25590.3%82.81%
6/4 unsuited26.76%2.77-0.25760.9%83.71%
T/2 unsuited26.79%2.77-0.25780.9%84.62%
4/2 suited26.49%2.79-0.25990.3%84.92%
7/2 suited26.44%2.79-0.26280.3%85.22%
9/4 unsuited26.59%2.77-0.26440.9%86.12%
7/4 unsuited26.51%2.77-0.26570.9%87.03%
8/4 unsuited26.42%2.77-0.26870.9%87.93%
9/3 unsuited25.97%2.76-0.28250.9%88.84%
3/2 suited25.61%2.79-0.2850.3%89.14%
5/3 unsuited25.46%2.76-0.29610.9%90.05%
9/2 unsuited25.1%2.76-0.30730.9%90.95%
6/3 unsuited24.74%2.76-0.31680.9%91.86%
4/3 unsuited24.49%2.76-0.32380.9%92.76%
7/3 unsuited24.47%2.76-0.32560.9%93.67%
8/3 unsuited24.4%2.75-0.32850.9%94.57%
8/2 unsuited23.79%2.75-0.34620.9%95.48%
5/2 unsuited23.43%2.75-0.35580.9%96.38%
6/2 unsuited22.69%2.75-0.37690.9%97.29%
4/2 unsuited22.56%2.75-0.38010.9%98.19%
7/2 unsuited22.44%2.74-0.38540.9%99.1%
3/2 unsuited21.61%2.74-0.40720.9%100%
Total2.84100%

Methodology:

This table is the result of a random simulation of 68,612,544,000 games and assumes all players stay in until the end of the hand.

The following table shows my power rating for each initial 2-card hand in a 3-player game. The numbers are on a 0 to 40 scale. Use the top table if you have a pair, the middle table if your cards are suited, and the bottom table if your cards are unsuited. Except for a pair,look up your high card along the left and your low card along the top.

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Written by: Michael Shackleford